{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "# 单链表\n",
    "class ListNode:\n",
    "    def __init__(self, val=None, next=None):\n",
    "        self.data = val\n",
    "        self.next = next\n",
    "class LinkedList:\n",
    "    def __init__(self):\n",
    "        self.dummy_head = ListNode()\n",
    "        self.size = 0\n",
    "    \n",
    "    def create(self, List):\n",
    "        for val in List:\n",
    "            last_node = self.dummy_head\n",
    "            while last_node.next:\n",
    "                last_node = last_node.next\n",
    "            last_node.next = ListNode(val)\n",
    "            self.size +=1\n",
    "    \n",
    "    def print(self):\n",
    "        cur = self.dummy_head\n",
    "        while cur:\n",
    "            print(cur.data, end=\" -> \")\n",
    "            cur = cur.next\n",
    "        print(\"None\")\n",
    "        print(self.size)\n",
    "    \n",
    "    # 指针迭代\n",
    "    def algorithm1(self):\n",
    "        cur = self.dummy_head\n",
    "        while cur.next and cur.next.next:       # 偶数链表代表cur下一个为None结束；奇链表cur下下个为None结束（因为奇多一个节点）\n",
    "            tmp = cur.next                      # 暂存第一个节点\n",
    "            tmp1 = cur.next.next.next           # 暂存第三个节点\n",
    "            cur.next = cur.next.next            # 将第二个节点链接前端\n",
    "            cur.next.next = tmp                 # 两两交换：第一节点和第二节点链接顺序对调\n",
    "            tmp.next = tmp1                     # 将第一个节点链接后端（第三个节点）\n",
    "            cur = cur.next.next                 # cur指针向后移动\n",
    "                                                ## 详见示例图\n",
    "    # 递归\n",
    "    def algorithm2(self): \n",
    "        head = self.dummy_head.next                   # 递归不需要虚拟节点\n",
    "        self.dummy_head.next = self.reverse(head)     # 将操作完成链表与虚拟节点链接\n",
    "        \n",
    "    def reverse(self, head):\n",
    "        if head is None or head.next is None:\n",
    "            return head                              # 递归终止条件：根据链表奇偶，看当前head和下一的None值\n",
    "        \n",
    "        pre = head\n",
    "        cur = head.next\n",
    "        Next = head.next.next\n",
    "        cur.next = pre                               # 递归主操作：两两交换pre和cur，这里的pre和cur可以抽象为x和y，代表变量在链表中移动\n",
    "        pre.next = self.reverse(Next)                # 递归操作：将每个子操作与后续整体链接\n",
    "        return cur                                   # 返回子操作前尾部（实际是操作后的头部，用于跟前面子操作链接）"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from IPython.display import Image\n",
    "Image(filename='./两两交换：指针迭代法.png')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "#实例化\n",
    "LinkedList = LinkedList()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[0, 1, 2, 3, 4, 5, 6, 7, 8, 9]"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "nums = list(range(10))\n",
    "nums"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "None -> 0 -> 1 -> 2 -> 3 -> 4 -> 5 -> 6 -> 7 -> 8 -> 9 -> None\n",
      "10\n"
     ]
    }
   ],
   "source": [
    "LinkedList.create(nums)\n",
    "LinkedList.print()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "None -> 1 -> 0 -> 3 -> 2 -> 5 -> 4 -> 7 -> 6 -> 9 -> 8 -> None\n",
      "10\n"
     ]
    }
   ],
   "source": [
    "# 指针迭代\n",
    "LinkedList.algorithm1()\n",
    "LinkedList.print()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "None -> 0 -> 1 -> 2 -> 3 -> 4 -> 5 -> 6 -> 7 -> 8 -> 9 -> None\n",
      "10\n"
     ]
    }
   ],
   "source": [
    "# 递归\n",
    "LinkedList.algorithm2()\n",
    "LinkedList.print()"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.8.5"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}
